Is there a way to cancel out an unknown variable using 2 different equations by displaying the answer to the first equation as a function of the unknow.
See example:
Equation 1
s/n = 0.75x + 0.25y
x(120), y(200)
s/n = 140
s= 140n
Equation 2
K = (k*n)/s = (k*n)/(300n) = k/300 (and assume that k is a known variable).
The exact formulas I am trying to use are attached, but the technical guide they came from unhelpfully uses n to define three different variables (in my calculation I have input them as n, n(1) and n (2), with n being the unknown I am trying to cancel out).
See example:
Equation 1
s/n = 0.75x + 0.25y
x(120), y(200)
s/n = 140
s= 140n
Equation 2
K = (k*n)/s = (k*n)/(300n) = k/300 (and assume that k is a known variable).
The exact formulas I am trying to use are attached, but the technical guide they came from unhelpfully uses n to define three different variables (in my calculation I have input them as n, n(1) and n (2), with n being the unknown I am trying to cancel out).
